| Product Number | 2603-3-06 |
| Synonyms | HFAB; 2,2,2,2',2',2'-Hexafluorocumyl alcohol; (Hexafluoro-2-hydroxyisopropyl)benzene; alpha,alpha-Bis(trifluoromethyl)benzyl alcohol |
| Purity | 97 % |
| CAS | 718-64-9 |
| MDL Number | MFCD00040983 |
| Molecular Formula | C9H6F6O |
| Molecular Weight | 244.136 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 25 g | 135 | Contact for Availability | |
| 100 g | 495 | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2603-3-06
CAS: 718-64-9
Molecule Weight: 244.136
Formula: C9H6F6O
PN: 2603-3-02
CAS: 426-54-0
Molecule Weight: 190.165
Formula: C9H9F3O
PN: 2603-3-01
CAS: 432-88-2
Molecule Weight: 172.175
Formula: C9H10F2O
PN: 2704-3-05
CAS: 1992-15-0
Molecule Weight: 410.159
Formula: C12H6F12O2
PN: 2703-3-04
CAS: 2010-61-9
Molecule Weight: 258.163
Formula: C10H8F6O
PN: 2703-3-01
CAS: 785-98-8
Molecule Weight: 272.19
Formula: C11H10F6O
![1,1,1,3,3,3-Hexafluoro-2-[4-(hydroxymethyl)phenyl]propan-2-ol](data:image/png;base64,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)
PN: 2604-3-0L
CAS: 1338564-44-5
Molecule Weight: 274.162
Formula: C10H8F6O2
PN: 2602-3-RB
CAS: 10531-50-7
Molecule Weight: 176.138
Formula: C8H7F3O
Boiling Point: 160-162 ℃
Refractive Index: 1.4145
Density: 1.451
DOT/IATA/IMDG: UN 1987 - HC 3 - PG III
Flash Point: 60 ℃
Hazard Statement: H226-H315-H319-H335
TSCA: Not listed on TSCA inventory
HTN: 2906.29.6000
EINECS: 211-943-4